isochron
简明释义
n. 等时线
英英释义
单词用法
等时地图 | |
等时线 | |
等时分析 | |
等时测定 |
同义词
| 等时的 | The isochronous nature of the signals ensures synchronized timing. | 信号的等时特性确保了同步时序。 | |
| 均匀的 | In a uniform motion, the object travels equal distances in equal intervals of time. | 在均匀运动中，物体在相等的时间间隔内行驶相等的距离。 |
反义词
例句
1.This study provides a high-precision Re-Os isotopic dating for ten molybdenite separated from the different ore types with an isochron age of (168.
文章首次对采自矿床不同类型矿石中的辉钼矿进行了铼-锇同位素定年，获得等时线年龄为（168。
2.This study provides a high-precision Re-Os isotopic dating for ten molybdenite separated from the different ore types with an isochron age of (168.
文章首次对采自矿床不同类型矿石中的辉钼矿进行了铼-锇同位素定年，获得等时线年龄为（168。
3.The study on secondary isochron of anomalous lead is a very important problem in the common lead isotope geology.
异常铅二次等时线是普通铅同位素地质学研究中非常重要的一个课题。
4.A line joining points of equal time or age, such as a reflection in a seismic profile or contours in an isochron map.
相同时间或年代的点的连线，比如地震剖面中的反射和等时线图中的等值线等。
5.In geology, the isochron 等时线 can help determine the age of rock layers.
在地质学中，isochron 等时线 可以帮助确定岩层的年龄。
6.In physics, an isochron 等时线 is a line on a graph that represents points of equal time.
在物理学中，isochron 等时线 是图表上代表相等时间点的线。
7.The isochron 等时线 method is used in radiometric dating to date ancient artifacts.
在放射性测年中，isochron 等时线 方法用于给古代文物定年。
8.The concept of isochron 等时线 is essential in understanding harmonic motion.
理解谐波运动时，isochron 等时线 的概念至关重要。
9.When studying pendulums, we often refer to the isochron 等时线 for their periodic behavior.
在研究摆时，我们常常提到 isochron 等时线 以了解其周期性行为。
作文
The concept of isochron is fundamental in various scientific fields, particularly in physics and engineering. An isochron refers to a line or curve that represents points in time that occur simultaneously. This principle is crucial when analyzing systems that exhibit periodic behavior, such as oscillating pendulums or electrical circuits. By understanding the characteristics and applications of isochron lines, scientists can better predict the behavior of dynamic systems under different conditions.In the realm of physics, the study of isochron phenomena can be observed in the context of harmonic motion. For instance, consider a simple pendulum swinging back and forth. The time it takes for the pendulum to complete one full swing is constant, regardless of the amplitude of the swing, provided that the angle is small. This property leads to the creation of an isochron curve, which graphically represents the relationship between time and displacement. Such insights are not only fascinating but also serve practical purposes in engineering applications where precise timing is critical.Furthermore, isochron principles extend into the field of transportation and logistics. In urban planning, isochron maps are utilized to illustrate areas that can be reached within a specific time frame, given certain modes of transportation. These maps assist city planners and policymakers in understanding accessibility and optimizing public transport routes. For example, an isochron map might show that a particular neighborhood can be accessed within 30 minutes by car, while another area may require an hour. This information is invaluable for making informed decisions about infrastructure development and service allocation.Moreover, the application of isochron concepts is not limited to physical sciences. In the social sciences, researchers use isochron analysis to examine phenomena that occur over time, such as demographic changes or economic trends. By plotting data points against time, analysts can identify patterns and make predictions about future developments. For instance, an isochron analysis of population growth in a city can reveal how migration patterns influence local economies and resource allocation.In conclusion, the term isochron encompasses a broad range of applications across various disciplines. From physics to urban planning, understanding isochron lines and their implications enhances our ability to analyze and interpret the world around us. Whether we are studying the regularity of a pendulum's swing or mapping travel times in a bustling city, the concept of isochron serves as a powerful tool for understanding the dynamics of time and space. As we continue to explore these relationships, the significance of isochron will undoubtedly grow, offering new insights and solutions to complex problems in an ever-evolving society.
“isochron”这个概念在多个科学领域中是基础性的，特别是在物理学和工程学中。“isochron”指的是表示同时发生的时间点的线或曲线。这个原理在分析表现出周期性行为的系统时至关重要，例如摆锤或电路。通过理解isochron线的特征和应用，科学家可以更好地预测动态系统在不同条件下的行为。在物理学领域，isochron现象的研究可以在谐波运动的背景下观察到。例如，考虑一个简单的摆锤来回摆动。摆锤完成一次完整摆动所需的时间是恒定的，无论摆动的幅度如何，只要角度较小。这一特性导致了一个isochron曲线的形成，该曲线图形化地表示时间与位移之间的关系。这些洞察力不仅令人着迷，而且在工程应用中具有实用目的，其中精确计时至关重要。此外，isochron原理扩展到了交通和物流领域。在城市规划中，isochron地图被用于说明在特定时间框架内可以到达的区域，考虑到某些交通方式。这些地图帮助城市规划者和政策制定者理解可达性并优化公共交通路线。例如，一张isochron地图可能显示某个社区在30分钟内可以通过汽车到达，而另一个区域可能需要一个小时。这些信息对于做出关于基础设施发展和服务分配的明智决策是不可或缺的。此外，isochron概念的应用并不限于自然科学。在社会科学中，研究人员使用isochron分析来检查随时间发生的现象，例如人口变化或经济趋势。通过将数据点绘制在时间轴上，分析师可以识别模式并对未来的发展做出预测。例如，对城市人口增长的isochron分析可以揭示迁移模式如何影响地方经济和资源分配。总之，术语isochron涵盖了各学科广泛的应用。从物理学到城市规划，理解isochron线及其含义增强了我们分析和解释周围世界的能力。无论我们是在研究摆锤摆动的规律性，还是在繁忙城市中绘制旅行时间，isochron的概念都是理解时间和空间动态的强大工具。随着我们继续探索这些关系，isochron的重要性无疑会增加，为不断发展的社会中的复杂问题提供新的见解和解决方案。
